Candidate of Phys. and Math. Sciences,
Associate Professor

Degrees

02/1976 - candidate (Physics and Mathematics),
specialty 01.01.00 - Mathematics,
thesis title "The Riemann problem in the case of a countable set of smooth open arcs"

Research Interest

• Basic concepts of the theory of partial differential equations, definitions and properties of mathematical objects in this field, statements of statements, methods of their proof, possible spheres of their applications.

^{Estimating of higher order velocity moments and their derivatives in boundary layer} 

^{Singular integral equation in a special case}

Taught Disciplines

• Equations of Mathematical Physics
• Meromorphic Functions
• Differential equations

Main publications (in English)

• Salekhova I. G. The Schwarz problem for infinite sets of intervals / L. I. Vafina, G. Salekhova // Russian Mathematics. - 2016. Volume 60. Issue 2. - Рp. 7–13  
• Saushin I.I, Goltsman A.E, Salekhova I.G., Estimation of turbulent diffusion transport in the boundary layer by the SIV method//Journal of Physics: Conference Series. - 2018. - Vol.1128, Is.1. - Art. № 012098.
• Mikheev, N. I., Goltsman, A. E., Salekhova, I. G., & Saushin, I. I. Estimating of higher order velocity moments and their derivatives in boundary layer by Smoke Image Velocimetry //Journal of Physics: Conference Series. – IOP Publishing, 2017. – Т. 891. – №. 1. – С. 012092.

^{Mixed task for a plane with straight cuts}